How to find Average Deviation

Introduction:

          Average Deviation is the More accurate method of finding the error margin in the Standard deviation we will use the average deviation . It is easy to Calculate. The Average deviation is also known as average absolute deviation.

          The individual values from the mean or median’s averages are known as the Average absolute deviation. It is a measure of dispersion.

          Average deviation is also known as the Mean deviation. It is used to characterize the dispersion among the measures in the given data and it is the one of the several indices of the variability.

Finding average Deviation:

        * To find the average value for the given data.

        * To calculate the Deviation. Deviation is the difference between the first value and the average value.

        * Select the absolute value of the deviation.

        * Find the deviation and the absolute value of the deviation for other values.

        * Calculate the average for the deviation. This is known as average deviation.

        * To estimate of how far the actual values are from the accurate value is known as Average Deviation.

        * To find the estimated error.

        * The average deviation is divided by the average value.

        * The Given answer is multiply by 100.

        * And then add the percent symbol.

Hope you liked the above explanation. Please leave your comments, if you have any doubts.